The paper deals with the problem of finding the currents induced on a perfectly conducting disk of negligible thickness, in presence of a vertical magnetic dipole placed along the disk axis. The problem is of interest for several scattering problems with circular symmetry, from shielding surfaces to printed antennas. In particular, we present a regularization technique which allows for formulating the problem in terms of second-kind Fredholm integral equations whose kernels vanishes at low or high frequencies, thus directly providing a closed-form low- or high-frequency approximations of the solution.
Regularization techniques for the evaluation of the induced currents on a thin disk / Andreotti, A.; Araneo, R.; Assante, D.; Burghignoli, P.; Celozzi, S.; Lovat, G.; Verolino, L.. - (2019), pp. 2835-2839. (Intervento presentato al convegno 2019 PhotonIcs and Electromagnetics Research Symposium - Spring, PIERS-Spring 2019 tenutosi a Rome; Italy) [10.1109/PIERS-Spring46901.2019.9017671].
Regularization techniques for the evaluation of the induced currents on a thin disk
Araneo R.;Burghignoli P.;Celozzi S.;Lovat G.;
2019
Abstract
The paper deals with the problem of finding the currents induced on a perfectly conducting disk of negligible thickness, in presence of a vertical magnetic dipole placed along the disk axis. The problem is of interest for several scattering problems with circular symmetry, from shielding surfaces to printed antennas. In particular, we present a regularization technique which allows for formulating the problem in terms of second-kind Fredholm integral equations whose kernels vanishes at low or high frequencies, thus directly providing a closed-form low- or high-frequency approximations of the solution.File | Dimensione | Formato | |
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